Perform the given translation on $(3,1)$. Give the coordinates of the translated point.

2 units right

Find the indicated term of the arithmetic sequence,

22nd rerm: $a_1=6 ; d=4$

Find the indicated term of the arithmetic sequence,

31st term: $12,7,2,-3$, ...

Find the indicated term of each arithmetic sequence.

31st term: $1.40,1.55,1.70 . \ldots$

Graph each function for the given domain.

$2 x+y=4 ;$ D: $\{-3,-1,1,7\}$

The graph shows the price for admission by age at a local zoo. Sketch a graph to represent each situation and identify the transformation of the original graph that it represents.

The maximum age for each ticket price is increased by 5 years.

A room with width w, length l, and height h with four walls needs to be painted. a. Write a formula for the area that needs to be painted not accounting for doors or windows. b. Rewrite the formula to find h in terms of A, l, and w. c. If l is 18ft, w is 14ft and A is 512 ft^2, what is the height of the room? d. Suppose l is equal to w. Write a formula for A in terms of w and h.

The floor of the Atlantic Ocean is spreading at an average rate of 1 inch per year. The function $y=x$ describes the number of inches $y$ the ocean floor spreads in $x$ years. Graph the function. Use the graph to estimate the number of inches the ocean floor will spread in $10 \frac{1}{2}$ years.

Determine whether each sequence appears to be art arithmetic sequence. If so, find the common difference and the next three terms.

$-3.5,-2,-0.5,1, \ldots$

Determine whether each sequence appears to be an arithmetic sequence. If 50, find the common difference and the next three terms.

$$0.2,0.5,0.9,1.1, \ldots$$

The graph shows the price for admission by age at a local zoo. Sketch a graph to represent each situation and identify the transformation of the original graph that it represents.

To raise funds for endangered species, the zoo charges 1.50 dollerextra per ticket.

The graph shows the price for admission by age at a local zoo. Sketch a graph to represent each situation and identify the transformation of the original graph that it represents.

Admission is half price on Wednesdays.

Determine whether each sequence appears to be an arithmetic sequence. If 50, find the common difference and the next three terms.

$-22,-31,-40,-49$,

Determine whether each sequence appears to be art arithmetic sequence. If so, find the common difference and the next three terms.

$3,6,12,24, \ldots$